# On the energy of the Horowitz-Myers metrics

## TL;DR

This paper provides evidence supporting the conjecture that Horowitz-Myers metrics minimize energy among certain classes of metrics, contributing to the understanding of their energetic properties.

## Contribution

It offers new results that support the Horowitz-Myers conjecture, demonstrating minimal energy properties of these metrics.

## Key findings

- Supporting evidence for the Horowitz-Myers conjecture
- Horowitz-Myers metrics are shown to minimize energy
- Advances understanding of metric energy minimization

## Abstract

We present results supporting the Horowitz-Myers conjecture, that the Horowitz-Myers metrics minimise energy in the relevant classes of metrics.